The zygotic algebra for sex linkage

DOI10.1007/BF02339487zbMath0407.92012OpenAlexW4243002765WikidataQ112879246 ScholiaQ112879246MaRDI QIDQ1258264

Angelika Woerz-Busekros

Publication date: 1974

Published in: Journal of Mathematical Biology (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1007/bf02339487

zbMATH Keywords

Population GeneticsFemale Sex Convergence TheoremsLinear Non-Associative AlgebrasMultiple AllelesSex LinkageSimple Mendelian InheritanceTrain AlgebraZygotic Algebra

Mathematics Subject Classification ID

Genetics and epigenetics (92D10) Other nonassociative rings and algebras (17D99)

Related Items (6)

Gonosomal algebras and associated discrete-time dynamical systems ⋮ Gonosomal algebra ⋮ Algebraic structure of genetic inheritance ⋮ The zygotic algebra for sex linkage. II ⋮ Zygotic algebra for two-linked loci with sexually different recombination and mutation rates ⋮ Zygotic algebra for two linked loci with sexually different recombination rates

Cites Work

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• The linear algebra for linked loci with mutation
• Genetic Algebras Studied Recursively and by Means of Differential Operators.
• Special train algebras arising in genetics II
• Genetic Algebras Associated with Polyploidy
• Jordan algebras arising in population genetics
• The Genetic Algebra of k Linked Loci
• Sequences of Powers in Genetic Algebras
• Sequences in genetic algebras for overlapping generations
• Contributions to genetic algebras
• Special Train Algebras Arising in Genetics
• XV.—On Non-Associative Combinations
• Commutative Train Algebras of Ranks 2 and 3
• SPECIAL TRAIN ALGEBRAS
• XXIII.—Genetic Algebras
• Structure of Genetic Algebras
• Duplication of linear algebras
• II.—Non-Associative Algebra and the Symbolism of Genetics

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